Identify the polar form of the linear equation 4x + 3y = 10?

Answer 1

1) Put x = r cos(x)
Put y = r sin(x)


2) Subtitute 1) in 4x +3y = 10 , we obtain :

4(r cos(x)) + 3(r sin(x)) = 10

4rcos(x) + 3r sin(x) = 10

r( 4cos(x) + 3sin(x) = 10

r = 10/(4cos(x) + 3sin(x))

Answer 2

Use x = r cos t and y = r sin t. Thus,
4x + 3y = 4r cos t + 3r sin t = 10, or
r = 10/(4 cos t + 3 sin t) .

Answer 3

there are not enough details so there could be more responses.
1 of them x=1 y=2 and a lot of others.

Answer 4

I forgot how to do this sorry